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Comparative analysis of the classic ground attack terminal guidance laws

机译:经典对地攻击终端制导律的比较分析

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The open loop guidance dynamics and hardware demands in engineering systems of the ground attack terminal guidance laws are analyzed. It shows that the proportional navigation (PN) guidance law has a lower demand of the hardware measuring precision and a faster guidance dynamic than the other “angle” guidance laws. As the representative of the ground attack terminal guidance laws, a comparative guidance model for the proportional navigation and velocity pursuit (VP) is established. The comparison research work on the guidance precision is implemented employing the non-dimensional technique and method of adjoints when the initial heading error, seeker angle zero position error, seeker noise and target glint noise are introduced into the PN/VP guidance system. The results show that to eliminate the miss distance due to the initial heading error, a long terminal guidance time is necessary for VP and when the terminal guidance time is short, the miss of VP is larger than that of PN. With the increasing of the terminal guidance time, the VP's miss distance due to the seeker angle zero position error approaches to a stable value and cannot be eliminated, while PN can eliminate the miss due to the seeker angle zero position error when the guidance ratio N≥3. In addition, the PN miss distance due to seeker noise and glint noise is larger than VP, implying that when the seeker noise and glint noise is too large, the proportional navigation guidance law is not applicable. Finally, the most appropriate guidance law can be selected according to the relations of the missile system hardware, the guidance signal types, the guidance signal quality and the missile total tactical demands.
机译:分析了地面攻击终端制导律工程系统中的开环制导动力学和硬件需求。结果表明,与其他“角度”制导律相比,比例导航制导律对硬件测量精度的要求较低,制导动态性更快。作为对地攻击终端制导律的代表,建立了比例导航与速度跟踪(VP)的比较制导模型。将初始航向误差,导引头零位误差,导引头噪声和目标闪烁噪声引入到PN / VP导引系统中时,采用无量纲技术和伴随方法进行制导精度的比较研究。结果表明,为消除由于初始航向误差引起的遗漏距离,VP需要较长的终端引导时间,而当终端引导时间较短时,VP的遗漏大于PN的遗漏。随着终端制导时间的增加,由于导引比为N时,由导引角零位置误差引起的VP失误接近一个稳定值,无法消除,而PN可以消除由导引角零位置误差引起的失误。 ≥3。另外,由于导引噪声和闪烁噪声引起的PN丢失距离大于VP,这意味着当导引噪声和闪烁噪声太大时,比例导航制导律不适用。最后,可以根据导弹系统硬件,制导信号类型,制导信号质量和导弹总体战术需求的关系选择最合适的制导律。

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